This article reviews some useful discrete models and compares their performance in terms of the high frequency of zeroes, which is observed in many discrete data (e.g., motor crash, earthquake, strike data, etc.). A simulation study is conducted to determine how commonly used discrete models (such as the binomial, Poisson, negative binomial, zero-inflated and zero-truncated models) behave if excess zeroes are present in the data. Results indicate that the negative binomial model and the ZIP model are better able to capture the effect of excess zeroes. Some real-life environmental data are used to illustrate the performance of the proposed models
Counting data without zero category often occur in various _elds. Examples include days of hospital ...
1. Zeros (i.e. events that do not happen) are the source of two common phenomena in count data: over...
In modeling count data collected from manufacturing processes, eco-nomic series, disease outbreaks a...
The presence of extra zeros is commonly observed in traffic accident count data. Past research opt t...
The performance of several models under different conditions of zero-inflation and dispersion are ev...
The presence of extra zeros is commonly observed in traffic accident count data. Past research opt t...
The performance of several models under different conditions of zero-inflation and dispersion are ev...
This paper provides an insight and comparison of the Poisson model and Poisson-Gamma model (also kno...
Abstract: This paper addresses the Zero-inflated Poisson (ZIP) regression model as an effective way ...
L’analisi di dati di conteggio pu`o essere talvolta complessa a causa di un numero di zeri supe...
In this paper we have considered several regression models to fit the count data that encounter in t...
Health sciences research often involves analyses of repeated measurement or longitudinal count data ...
We present several modifications of the Poisson and negative binomial models for count data to accom...
Most real life count data consists of some values that are more frequent than allowed by the common ...
Count data with structural zeros are common in public health applications. There are considerable re...
Counting data without zero category often occur in various _elds. Examples include days of hospital ...
1. Zeros (i.e. events that do not happen) are the source of two common phenomena in count data: over...
In modeling count data collected from manufacturing processes, eco-nomic series, disease outbreaks a...
The presence of extra zeros is commonly observed in traffic accident count data. Past research opt t...
The performance of several models under different conditions of zero-inflation and dispersion are ev...
The presence of extra zeros is commonly observed in traffic accident count data. Past research opt t...
The performance of several models under different conditions of zero-inflation and dispersion are ev...
This paper provides an insight and comparison of the Poisson model and Poisson-Gamma model (also kno...
Abstract: This paper addresses the Zero-inflated Poisson (ZIP) regression model as an effective way ...
L’analisi di dati di conteggio pu`o essere talvolta complessa a causa di un numero di zeri supe...
In this paper we have considered several regression models to fit the count data that encounter in t...
Health sciences research often involves analyses of repeated measurement or longitudinal count data ...
We present several modifications of the Poisson and negative binomial models for count data to accom...
Most real life count data consists of some values that are more frequent than allowed by the common ...
Count data with structural zeros are common in public health applications. There are considerable re...
Counting data without zero category often occur in various _elds. Examples include days of hospital ...
1. Zeros (i.e. events that do not happen) are the source of two common phenomena in count data: over...
In modeling count data collected from manufacturing processes, eco-nomic series, disease outbreaks a...